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==equ==
Unary equation
Multivariate equation
==cal==
Solution inequality
Mathematical calculation
Fractional calculation
Mathematical statistics
Resolving prime factor
Fraction and Decimal Interactions
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==LiAl==
Determinant
Matrix multiplication
Inverse matrix
==der==
Derivative function
==img==
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==que==
Q&A
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On line Solution of Monovariate Equation
> The history of univariate equation calculation
0.2*(x+273.15)^2/273.15^2*e^(147000/(8.314*(x+273.15))) = 110000
0.006*(x+273.15)^2/273.15^2*e^(147000/(8.314*(x+273.15))) = 110000
(2x^2-2x+1)-2(2x^2+3)
X÷3×2=600-X÷3
0.006*(x+273.15)^2/273.15^2 = 110000*e^(-147000/(8.314*(x+273.15)))
60×10+80×10+100×10=60×3X+80×4X+100×5X
5x-8=20+x
0.2*(x+273.15)^2/273.15^2 = 110000*e^(-147000/(8.314*(x+273.15)))
0.006*(x+273.15)^2/273.15^2 = 110000*e^(-147000/(8.314*(x+273.15)))
0.006*(x+273.15)^2/273.15^2 = 900000*e^(-147000/(8.314*(x+273.15)))
a*a+a=1
0.006*(x+273.15)^2/273.15^2 = 900000*e^(-147/(8.314*(x+273.15)))
0.006*(x+273.15)^2/273.15^2 = 110000*e^(-147/(8.314*(x+273.15)))
(x-9)*(log((1/2))*(1/2)^x)+(1/2)^x
(x-9)*(log((1/2))*(1/2)^x)+(1/2)^x
(x-9)*(log((1/2))*(1/2)^x)+(1/2)^x
0.006*x^2/273.15^2 = 900000*e^(-147/(8.314*x))
0.006*x^2/273.15^2 = 11000*e^(-147/(8.314*x))
0.006*x^2/273.15^2 = 11000*e^(-147000/(8.314*x))
x/10+(x-10)/6=7
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